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Prove the following sentence is valid, unsatisfiable or satisfiable by applying a sequence of logical inference procedures, not by truth table enumeration. (I pass Math265 and I do not make an A) and...

Prove the following sentence is valid, unsatisfiable or satisfiable by applying a sequence of logical inference procedures, not by truth table enumeration.

(I pass Math265 and I do not make an A) and (If I pass Math 374 then I make an A)

First, convert the sentence in the Propositional Logical sentence by defining the propositional symbols and connectives; then, prove it.

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Prove the following sentence is valid, unsatisfiable or satisfiable by applying a sequence of logical inference procedures, not by truth table enumeration. (I pass Math265 and I do not make an A) and...
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